Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: orbit247-11-20020203_055100_20020203_103600-constBx0 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | 2002/02/03 |
Start Time | | 2002/02/03 05:51 |
End Time | | 2002/02/03 10:34 |
Key Words | | Facsko et al 2016: 1-year run of GUMICS |
Model | | GUMICS |
Model Version | | 4-HC |
Validation Level | | 1 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | 23.20 |
Dipole Tilt, in Y-Z GSE plane, deg | | -8.22 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 32 |
F10.7 | | 226.30000 |
Conductance Model | | auroral |
Corotation | | |
Run Number | | orbit247-11-20020203_055100_20020203_103600-constBx0 |
Minimum Dst Value | | -27 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for Wind for time period of this run.
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)
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